214, 234, 254, 264, 274, 284, 294.
divide the right number by the left number Ex: 3:6 6/3= 2 3=1 6=2 1:2
The next number is... 30 because, each number is seven mire than the number to its left.
Its really easy, all you have to do is... 1) spin the lock once or more (to the right or left) 2) pass your first number 3 times, then stop at it (this is going to the right) 3) pass your second number 2 times and then stop at it (going to the left) 4) go straight to your last number (to the right) Hope this helps :)
you have to take 3-3 to get 0 you can do right to left or Left to right but you always have to do the y intercept first then take 2-0 to get 2 .You can do right to left or left to right then it would be 0/2 then you simplify it to get 0
"<" means "farther to the left on the number line " and ">" means "farther to the right on the number line". Multiplying by a negative number switches the sign, which is a reflection that turns left into right. Double switch example: 1<2 multiply this by (-2): -2>-4 multiply this by (-1): 2<4
To the right of 2, to the left of 3.
the number 2 is two units to the right of 0 on the number line. the number -2 is two units to the left of 0
5
Full backs (left backs and right backs) usually wear 2 or 3.
3
divide the right number by the left number Ex: 3:6 6/3= 2 3=1 6=2 1:2
Either the last man (sweeper) or left/right defenders wear the number 2 jersey
The solutions for the 30 levels are: 1. Right 2. Right 3. Flip (invert) 4. Flip, Right 5. Right, Left 6. Flip, Right 7. Left 3 8. Left 2, Right 9. Flip, right 10. Flip, left 11. Flip, Left 2, Right 12. Left 5, Right 13. Flip, left 14. Right, flip, left 15. Flip, left 16. Right, flip, left 3 17. Right 5 18. Left 2, Right 5 19. Left 7 20. Right 3 21. Flip, Left 2, Right 22. Flip, Right 2 23. Left 4, right 24. Flip, Right, Flip, Right 4, Left 25. Right 2, Left 2 26. Flip, Right 3, Flip 2, Right (7 moves) 27. Flip, Right 5, Left 28. Flip, Left 3 29. Left 2, Flip, Left 3 30. Flip, Right 5
The prime factorization of 240 is 2 x 2 x 2 x 2 x 3 x 5 The easy way I was taught how to find the product of primes is: Draw a vertical line. On the left write your number. On the right, write the smallest prime number that is a factor of this number (i.e ask, does it divide by 2? If the answer is no, then ask does it divide by 3, 5, 7 etc etc until you find a number that does). Then divide the number on the left by the number on the right and write it under the number on the left. Repeat this process until the number on the left is equal to the number on the right (i.e. a prime number). eg, for 240: 240 | 2 120 | 2 60 | 2 30 | 2 15 | 3 5 | 5
The next number is... 30 because, each number is seven mire than the number to its left.
2 left 1 up 2 right 1 up 2 left 3 up 1 right 1 down 1 right 1 up 2 right 1 down 2 left 2 down 2 right 2 up 1 left 1 down 1 right 1 down 2 left 1 down 2 left 5 left and 1 up
Here are 2 solutions: 1) You go down 1, right 3, up 1, left 2, (you get moved ) left 2, up 1, right 6, down 1, (you get moved ) left 4, (you get moved ) up 1, left 1, down 1, left 2, up 1, right 2, (you get moved ) right 1, down 2, left 6, up 2, right 1, up 2, right 1, up 1, left 1, up 2, right 1, down 1 and you are a winner! 2) Left 2, Up 2, Right 2, Up 2, Right 2 (Moves), Right 1, Down 2, Left 6, Up 2, Right 1, Up 2, right 5, up 1, left 2 (Moves), left 2, up 1, right 6, down 1 (Moves), left 3 (Moves), up 1, left 1, down 1, left 3 (Winner). The key is that you have to keep the squares that the teleports lead to.